Inclination problem Find the equation of a line through the point $(-2,5)$ with in angle of inclination of $45^\circ$. I attempted the problem by assuming that the inclination is with the x-axis. Since $y=x$ resemble...--prophetes.ai

Inclination problem Find the equation of a line through the point $(-2,5)$ with in angle of inclination of $45^\circ$. I attempted the problem by assuming that the inclination is with the x-axis. Since $y=x$ resembles a line that goes through the x-axis, and has an angle of $45^\circ$. I calculated that the slope has to be $1$. Therefore the equation is: > $y=x+7$ Is that right?

**hint** : Slope $m = \tan (45^{\circ}) = 1 \implies y - 5 = 1(x - (-2)) \implies y = ...$